for review. You may do all work for extra practice. 2nd ...€¦ · 1st- Complete the ODD problems...
Transcript of for review. You may do all work for extra practice. 2nd ...€¦ · 1st- Complete the ODD problems...
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1st- Complete the ODD problems on pages 1-8 for review. You may do all work for extra practice. 2nd- Complete all of page 9. There are examples provided to guide you as well as workspace to the right of each problem set. 3rd- Fill in the “First 50” chart for all numbers. Make sure to notice any pattern that you see through this process.
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Part 1: Expressions Review Common/Key Words for Translating into Symbols
● Add: sum, addition, more than, increased by, greater, plus, total
● Subtract: decreased by, less, less than, subtract, difference, diminished by, reduced, minus
● Multiply: times, product of, percent of, twice, doubled
● Divide: quotient, divided by, per, quantity
● Equals: is, was, equals, will be, results in
Translate the following statements into mathematical expressions.
Statement Expression
Five plus a number, b
Twice the number, g, increased by seven
The quotient of y and six
Fourteen percent of one hundred twenty-eight
A number, k, decreased by nine
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Six hundred five miles (m) per thirteen hours (h)
The product of three and the sum of f and ten (include parentheses)
Part 2: Solving One Step Equations
** Inverse operations: Operations that would undo (opposites) one another, subtraction would be the inverse of addition and division would be the inverse of multiplication.
Example 1: Example 2: Example 3: Example 4:
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Try These Using Addition and Subtraction Inverse Operations: Use this link for help! 1.) Algebra Basics: Solving Basic Equations Part 1 - Math Antics
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Try These Using Multiplication and Division Inverse Operations: Use this link for help! Algebra Basics: Solving Basic Equations Part 2 - Math Antics
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Part 3: Solving Two-Step Equations
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Example 1: Example 2:
Try These: 7
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Use this link for help! Algebra Basics: Solving 2-Step Equations - Math Antics
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Part 4: Using Equations to Solve Word Problems Directions: For each scenario, substitute for the variable and solve the equation.
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